<snapdata remixID="12469096"><project name="M5p1-4 Palindroms" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="M5p1-4 Palindroms"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Escenario" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="Nombre1" style="normal" x="11" y="10.000001999999995" color="243,118,29"/><watcher var="Gran" style="normal" x="154" y="6" color="243,118,29"/><watcher var="LlistaDeXifres" style="normal" x="16" y="40" color="243,118,29" extX="80" extY="70"/><watcher var="LlistaPolindroms" style="normal" x="340" y="18" color="243,118,29" extX="94.6845703125" extY="150"/><sprite name="Objeto" idx="1" x="-77" y="-7" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="16"><costumes><list struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></list></sounds><blocks></blocks><variables></variables><scripts><script x="42" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>LlistaDeXifres</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>LlistaPolindroms</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><l>999</l><script><block s="doFor"><l>j</l><block var="i"/><l>999</l><script><block s="doSetVar"><l>Nombre1</l><block s="reportVariadicProduct"><list><block var="i"/><block var="j"/></list></block></block><block s="doSetVar"><l>LlistaDeXifres</l><block s="reportTextSplit"><block var="Nombre1"/><l><option>letter</option></l></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="LlistaDeXifres"/><block s="reportListAttribute"><l><option>reverse</option></l><block var="LlistaDeXifres"/></block></list></block><script><block s="doAddToList"><block var="Nombre1"/><block var="LlistaPolindroms"/></block></script></block></script></block></script></block><block s="doSetVar"><l>Gran</l><l>0</l></block><block s="doForEach"><l>elemento</l><block var="LlistaPolindroms"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="elemento"/><block var="Gran"/></list></block><script><block s="doSetVar"><l>Gran</l><block var="elemento"/></block></script></block></script></block></script></block><block s="bubble"><block s="reportJoinWords"><list><l>El polídrm més gran =</l><block var="Gran"/></list></block></block></script></scripts></sprite></sprites></stage><variables><variable name="LlistaDeXifres"><list struct="atomic" id="107">9,9,8,0,0,1</list></variable><variable name="Nombre1"><l>998001</l></variable><variable name="LlistaPolindroms"><list struct="atomic" 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